Prime p₀= 241312728727233893 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 44 46 14 10 12 18 2 18 12 10 14 46 44 (?)
a_n: 0 44 90 104 114 126 144 146 164 176 186 200 246 290
All 14 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 290
Found by: LCB001
db: batch=69, k=14, 44 46 14 10 12 18 2

SPT(14)	241312657116335257	0 24 34 70 84 90 120 136 166 172 186 222 232 256	-71610898636
SPT(14)	241312664526865553	0 14 20 56 66 156 216 224 284 374 384 420 426 440	-64200368340
TPT(12)	241312667785359659	0 2 30 32 102 104 150 152 192 194 240 242	-60941874234
SPT(14)	241312684482939049	0 24 40 70 84 120 144 148 172 208 222 252 268 292	-44244294844
SPT(16)	241312719908652251	0 38 66 68 110 140 146 156 182 192 198 228 270 272 300 338	-8818581642
SPT(14)	241312727225270803	0 18 46 76 78 88 114 130 156 166 168 198 226 244	-1501963090
SPT(14)	241312729260939487	0 16 42 54 106 114 130 156 172 180 232 244 270 286	533705594
SPT(14)	241312744194629251	0 28 40 60 78 100 130 180 210 232 250 270 282 310	15467395358
TPT(12)	241312755963098747	0 2 12 14 54 56 90 92 102 104 114 116	27235864854
SPT(14)	241312757029646647	0 24 42 70 90 130 154 210 234 274 294 322 340 364	28302412754
SPT(14)	241312757486683691	0 18 26 48 56 116 132 146 162 222 230 252 260 278	28759449798